期刊文献+

IRT框架下追踪数据的测量不变性分析--以4至5岁儿童认知能力测验为例 被引量:3

Using IRT to Analyze Longitudinal Data Measurement Invariance——The Case of 4-5 Children's Cognitive Ability Test
原文传递
导出
摘要 本研究以4岁~5岁儿童认知能力测验为例,在IRT框架下探讨了如何进行追踪数据的测量不变性分析。分析模型采用项目间多维项目反应理论模型(between-item MIRT model)和项目内(within-item MIRT model)多维two-tier model,被试为来自全国的882名48个月的儿童,工具为自编4岁~5岁儿童认知能力测验。经测验水平分析和项目水平分析,结果表明:(1)本文对追踪数据的测量不变性分析方法合理有效;(2)该测验在两个时间点上满足部分测量不变性要求,测验的潜在结构稳定;(3)"方位题"的区分度和难度参数都发生变化,另有4题难度参数出现浮动;(4)儿童在4岁~5岁期间认知能力总体呈快速发展趋势,能力增长显著。 Preschool period is an important time for the development of children’s cognition. The most suitable method to analyze the trend of cognitive development is the longitudinal study which shows the development track of children. When researchers analyze longitudinal data, changes in variables are the major focus of research. However, longitudinal data can only be interpreted if important psychometric features of the measured variables are assumed invariant across time. The definition of measurement invariance is that the psychometric features of an instrument remain stable in different situations or at different time points. However, in previous studies, few researchers have considered or tested the measurement invariance of the instrument. This will lower the validity of instrument as the result may be biased or even misleading. The methods to test the measurement invariance include the traditional Confirmatory Factor Analysis(CFA) and the newly developed Item Response Theory(IRT). Previous researchers always used CFA to analyze measurement invariance. However, comparing with IRT, the CFA method has some limitations in terms of linear assumption of the relationship between observable variables and latent variables. Therefore, the IRT nonlinear assumption is more suitable for reality and psychology issues. Also, the CFA method can only test whether the factor variance and covariance remain stable in different situations, while the IRT method can provide the measurement invariance information at the item level, which is more useful for the future revision of instrument. Thus, we chose the IRT method to systematically analyze the measurement invariance of Children’s Cognitive Development Test. In this study, we selected 882 48-month old children from the country, and the test was conducted in the first year and the second year. After comparing models and considering the instrument construct, we chose the two-tier multi-dimensional item response models for further investigation of the measurement invariance. The testing of measurement invariance included two parts: integral testing and item-level testing. The result indicated that the instrument was partially invariant, but the high correlation between the primary factors indicated that the construct of the instrument remained stable over time. The item-level test results showed that the discrimination parameters and the difficulty parameters of the item "direction" did not satisfy the invariance condition, which could be considered to be deleted or revised. The possible reason was that children’s conception of direction developed rapidly from age 4 to age 5, and previous studies showed that most 4-year old children hardly distinguish "left" and "right". Therefore, the item was difficult for 4-year old children. As the ability of direction grows rapidly, the corresponding task may be too easy for 5-year old children. Moreover, the difficulty parameters of the other four items did not satisfy the measurement invariance condition. This phenomenon was caused by the testing design of this measurement: children accomplished different levels of cognitive tasks at two different time points. The float of difficulty parameters can be tolerated, but the difficulties of these items need to be revised in order to be more suitable for the children of corresponding ages. Additionally, the model estimation results indicated that children’s cognitive proficiency grew rapidly and significantly from age 4 to age 5.
出处 《心理科学》 CSSCI CSCD 北大核心 2016年第3期606-613,共8页 Journal of Psychological Science
关键词 项目反应理论 多维项目反应理论 追踪数据 测量不变性 儿童认知 two-tier 模型 cognition measurement invariance multidimensional IRT two-tier model
  • 相关文献

参考文献34

  • 1陈铎,戴海琦.(2009).三种测量不变雒拉验方法的比较研究.第十二届全国心理学学术大会论文摘要集.
  • 2贺琳霞,朱文佳,郭力平.对我国0~8岁儿童发展与教育纵向研究的回顾与展望[J].教育探索,2011(12):21-24. 被引量:4
  • 3胡清芬,陈桄.5~6岁儿童传递推理能力的发展特点[J].心理发展与教育,2007,23(1):10-17. 被引量:6
  • 4廖丽英,安桂香.(1999).小朋友分组——大班数学活动.学前教育,(12).33.
  • 5吴瑞林,涂冬波.题目因素分析:基于SEM和基于IRT的两类方法[J].心理与行为研究,2013,11(1):124-131. 被引量:6
  • 6杨恙艳.(2009).3--6儿童量的排序与事件排序的发展研究.华东师范大学硕士学位论文.
  • 7Alvares, K. M., & Hulin, C. L. (1972). Two explanations of temporal changes in ability-skill relationships: A literature review and theoretical analysis. Human Factors: The Journal of the Human Factors and Ergonomics Society, 14(4), 295-308.
  • 8Barrett, J. E., Clements, D. H., Klandennan, D., Pennisi, S. J., & Polaki, M. V.(2006). Students' coordination of geometric reasoning and measuring strategies on a fixed perimeter task: Developing mathematical understanding of linear measurement. Journal for Research in Matbematlcs Education, 37(3), 187- 221.
  • 9Cai, L. (2010). A two-tier full-information item factor analysis model with applications. Psycbometrika, 75(4), 581-612.
  • 10Cronbach, L. J. (1992). Four psychological bulletin articles in perspective. Psycbological Bulletin, 112(3), 389-392.

二级参考文献55

  • 1毕鸿燕,方格.4—6岁幼儿空间方位传递性推理能力的发展[J].心理学报,2001,33(3):238-243. 被引量:14
  • 2魏华忠,宋世龙.3─6岁儿童传递性关系推理的研究[J].心理学报,1994,26(3):225-231. 被引量:6
  • 3骆方,张厚粲.检验项目功能差异的两类方法—CFA和IRT的比较[J].心理学探新,2006,26(1):74-78. 被引量:12
  • 4俞宗火,戴海崎,唐小娟.全息项目因素分析在心理学研究中的应用[J].心理与行为研究,2006,4(4):306-311. 被引量:3
  • 5Nancy G Guerra, Sandra Graham. Patrick H. Tolan. Raising Healthy Children:Translating Child Development Research into Practice. Child Development,2011,82 ( 1 ).
  • 6James J. Heekman. Perspective Skill Formation and the Economics of Investing in Disadvantaged Children. Science,2006, (312 ).
  • 7Helena Jelicic. Erin Phelps. Richard M. Lemer. Use of Missing Data Methods in Longitudinal Studies: The Persistence of Bad Practices in Developmental Psychology. Develop - mental Psychol- ogy, 2009,45 ( 4 ).
  • 8J. P. Shonkoff, From Neurons to Neighborhoods : The Science of Early Child Development. National Academies Press ,2000.
  • 9Demers A, Keshav S, Shenker S. Analysis and simulation of a fair queuing algorithm [A]. Proc ACM SIGCOMM Computer Communication Review [C].New York USA: ACM Press, 1989,19(4):1-12.
  • 10Shreedhar M, Varghese G. Efficient fair queuing using deficit round robin [J]. IEEE/ACM Transactions on Networking, 1996, 4(3): 375-385.

共引文献13

同被引文献46

引证文献3

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部